CP 6 PROBLEM 6.3: DoG MEDICINE Time since Active medicine dose (hr) Breakdown of Medicine in blood (mg) 450 0 400 375 1 100 300 2 25 225 3 150 6.25 75 4 1.5625 24 0 5 0.3907 0 1 2 3 4 6 Time Since Dose (hr) th0.0977 A. How does the amount of active medication in the dog's blood change from one hour to the next? B. Write an equation to model the relationship between the number of hours since the dose was administered, h, and the milligrams of active medicine, m. C. How would a graph for this problem similar to the graph you made in 6.2? Different? D. How would the graph and equation be different if 40 mg of the medicine were used? E. A different medication breaks down at 20%, as each hour passes 20% of the active medicine is used. The initial dose is 60 mg. Complete a table, write an equation, and make a graph to find the amount of active medicine in the animal's blood after 6 hours. apted from CMP2: Growing... Page 3 of 4 8/26/2015 21 Active Medicine in Blood (mg) LO
CP 6 PROBLEM 6.3: DoG MEDICINE Time since Active medicine dose (hr) Breakdown of Medicine in blood (mg) 450 0 400 375 1 100 300 2 25 225 3 150 6.25 75 4 1.5625 24 0 5 0.3907 0 1 2 3 4 6 Time Since Dose (hr) th0.0977 A. How does the amount of active medication in the dog's blood change from one hour to the next? B. Write an equation to model the relationship between the number of hours since the dose was administered, h, and the milligrams of active medicine, m. C. How would a graph for this problem similar to the graph you made in 6.2? Different? D. How would the graph and equation be different if 40 mg of the medicine were used? E. A different medication breaks down at 20%, as each hour passes 20% of the active medicine is used. The initial dose is 60 mg. Complete a table, write an equation, and make a graph to find the amount of active medicine in the animal's blood after 6 hours. apted from CMP2: Growing... Page 3 of 4 8/26/2015 21 Active Medicine in Blood (mg) LO
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.6: Exponential And Logarithmic Equations
Problem 52E
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